VOLUMES 1–100
A
ABBES, Ahmed et MOKRANE, Abdellah, Sous-groupes ca- noniques et cycles évanescents p-adiques pour les va- riétés abéliennes,99 (2004), 117–162.
ABHYANKAR, Shreeram Shankar, Automorphisms of an- alytic local rings, 36 (1969), 139–163.
ABHYANKAR, Shreeram Shankar, MOH, Tzoung Tsieng and VANDERPUT, Marius, Invariants of analytic local rings,36 (1969), 165–193.
A’CAMPO, Norbert, Generic immersions of curves, knots, monodromy and Gordian number,88 (1998), 151–169.
A’CAMPO, Norbert, Planar trees, slalom curves and hy- perbolic knots, 88 (1998), 171–180.
AKBULUT, Selman and KING, Henry C., Real algebraic structures on topological spaces, 53 (1981), 79–162.
AKBULUT, Selman and TAYLOR, Laurence, A topological resolution theorem,53 (1981), 163–195.
ANDRÉ, Yves, Pour une théorie inconditionnelle des mo- tifs,83 (1996), 5–49.
ANDREOTTI, Aldo and VESENTINI, Edoardo, Carleman estimates for the Laplace-Beltrami equation on com- plex manifolds, 25 (1965), 81–130.
ANDREOTTI, Aldo and VESENTINI, Edoardo, Erratum:
Carleman estimates for the Laplace-Beltrami equation on complex manifolds, 27 (1965), 153–155.
ARBARELLO, Enrico and CORNALBA, Maurizio, Calculat- ing cohomology groups of moduli spaces of curves via algebraic geometry,88 (1998), 97–127.
ARTHUR, James, A local trace formula,73 (1991), 5–96.
ARTIN, Michael F., Algebraic approximation of structures over complete local rings,36 (1969), 23–58.
ATIYAH, Michael F., Characters and cohomology of finite groups,9 (1961), 23–64.
ATIYAH, Michael F. and SINGER, Isadore M., Index the- ory for skew-adjoint Fredholm operators,37 (1969), 5–
26.
ATIYAH, Michael F., Topological quantum field theory, 68 (1988), 175–186.
AVRAMOV, Luchezar L., GASHAROV, Vesselin N. and PEEVA, Irena V., Complete intersection dimension,86 (1997), 67–114.
B
BALLMANN, Werner and BRIN, Michael, Orbihedra of nonpositive curvature, 82 (1995), 169–209.
BAMON, Rodrigo, Quadratic vector fields in the plane have a finite number of limit cycles, 64 (1986), 111–
142.
BAMON, Rodrigo, LABARCA, Rafael, MAÑÉ, Ricardo and PACÍFICO, Maria-José, The explosion of singular cycles, 78 (1993), 207–232.
BASS, Hyman,K-theory and stable algebra,22 (1964), 5–60.
BASS, Hyman, HELLER, Alex and SWAN, Richard G., The Whitehead group of a polynomial extension, 22 (1964), 61–79.
BASS, Hyman, MILNOR, John and SERRE, Jean-Pierre, Solution of the congruence subgroup problem for SLn(n≥3)and Sp2n(n≥2), 33 (1967), 59–137.
BAUM, Paul, FULTON, William and MACPHERSON, Ro- bert, Riemann-Roch for singular varieties, 45 (1975), 101–145.
BEKKA, Mohammed, COWLING, Michael and HARPE, Pierre de la, Some groups whose reducedC∗-algebra is simple,80 (1994), 117–134.
BENEDICKS, Michael and MISIUREWICZ, Michal, Abso- lutely continuous invariant measures for maps with flat tops, 69 (1989), 203–213.
BENJAMINI, Itai, KALAI, Gil and SCHRAMM, Oded, Noise sensitivity of boolean functions and applications to per- colation, 90 (1999), 5–43.
BENNETT, Bruce, On the structure of non-excellent curve singularities in characteristic p, 42 (1973), 129–170.
BENOIST, Yves et LABOURIE, François, Sur les espaces homogènes modèles de variétés compactes,76 (1992), 99–109.
BENOIST, Yves, Convexes hyperboliques et fonctions qua- sisymétriques, 97 (2003), 181–237.
BENOÎT, Éric, Canards et enlacements,72 (1990), 63–91.
BEN-ZVI, David and FRENKEL, Edward, Spectral curves, opers and integrable systems, 94 (2001), 87–159.
BERKOVICH, Vladimir G., Étale cohomology for non- Archimedean analytic spaces, 78 (1993), 5–161.
BERRY, Michael V., Stokes’ phenomenon; smoothing a victorian discontinuity,68 (1988), 211–221.
BIERSTONE, Edward and MILMAN, Pierre D., Semiana- lytic and subanalytic sets, 67 (1988), 5–42.
BISMUT, Jean-Michel and LEBEAU, Gilles, Complex im- mersions and Quillen metrics, 74 (1991), 1–298.
BLOCH, Spencer, AlgebraicK-theory and crystalline co- homology, 47 (1977), 187–268.
BLOCH, Spencer and KATO, Kazuya, p-adic etale co- homology, 63 (1986), 107–152.
BOARDMAN, John M., Singularities of differentiable maps, 33 (1967), 21–57.
BOCHNAK, Jacek, KUCHARZ, Wojciech and SILHOL, Robert, Morphisms, line bundles and moduli spaces in real algebraic geometry,86 (1997), 5–65.
BOCHNAK, Jacek, KUCHARZ, Wojciech and SILHOL, Robert, Erratum to: Morphisms, line bundles and moduli spaces in real algebraic geometry, 92 (2000), 195.
DOI 10.1007/s10240-004-0028-4
BOMBIERI, Enrico, Canonical models of surfaces of gen- eral type,42 (1973), 171–219.
BONATTI, Christian, LANGEVIN, Rémy et MOUSSU, Ro- bert, Feuilletages deCP(n): de l’holonomie hyperbo- lique pour les minimaux exceptionnels,75 (1992), 123–
134.
BONATTI, Christian and DÍAZ, Lorenzo J., On maximal transitive sets of generic diffeomorphisms, 96 (2002), 171–197.
BONK, Mario and HEINONEN, Juha, Smooth quasiregu- lar mappings with branching, 100 (2004), 153–170.
BONNAFÉ, Cédric et ROUQUIER, Raphaël, Catégories dé- rivées et variétés de Deligne-Lusztig,97 (2003), 1–59.
BOREL, Armand, Some finiteness properties of adele groups over number fields, 16 (1963), 5–30.
BOREL, Armand et TITS, Jacques, Groupes réductifs,27 (1965), 55–150.
BOREL, Armand et TITS, Jacques, Compléments à l’ar- ticle “Groupes réductifs”, 41 (1972), 253–276.
BOREL, Armand and PRASAD, Gopal, Finiteness theo- rems for discrete subgroups of bounded covolume in semi-simple groups, 69 (1989), 119–171.
BOREL, Armand and PRASAD, Gopal, Addendum to:
Finiteness theorems for discrete subgroups of bounded covolume in semi-simple groups,71 (1990), 173–177.
BOST, Jean-Benoît, Algebraic leaves of algebraic folia- tions over number fields, 93 (2001), 161–221.
BOTT, Raoul, Morse theory indomitable,68 (1988), 99–
114.
BOURDON, Marc, Sur le birapport au bord des CAT(−1)-espaces, 83 (1996), 95–104.
BOURGAIN, Jean, Pointwise ergodic theorems for arith- metic sets, 69 (1989), 5–41.
BOURGAIN, Jean, FURSTENBERG, Harry, KATZNELSON, Yitzhak and ORNSTEIN, Donald S., Appendix on re- turn time sequences, 69 (1989), 42–45.
BOURGAIN, Jean, BREZIS, Haim and MIRONESCU, Petru, H1/2maps with values into the circle: minimal connec- tions, lifting, and the Ginzburg-Landau equation, 99 (2004), 1–115.
BOWEN, Rufus, Hausdorff dimension of quasi-circles,50 (1979), 11–25.
BOWEN, Rufus and SERIES, Caroline, Markov maps as- sociated with Fuchsian groups, 50 (1979), 153–170.
BREEN, Lawrence, Extensions du groupe additif, 48 (1978), 39–125.
BREZIS, Haim. Voir BOURGAIN, Jean et al., 99 (2004), 1–115.
BRIEND, Jean-Yves et DUVAL, Julien, Deux caractérisa- tions de la mesure d’équilibre d’un endomorphisme de Pk(C), 93 (2001), 145–160.
BRIN, Matthew G., The chameleon groups of Richard J.
Thompson: automorphisms and dynamics,84 (1996), 5–33.
BRIN, Michael. Voir BALLMANN, Werner, 82 (1995), 169–209.
BROCK, Jeffrey, BROMBERG, Kenneth, EVANS, Richard and SOUTO, Juan, Tameness on the boundary and Ahlfors’ measure conjecture, 98 (2003), 145–166.
BROMBERG, Kenneth. Voir BROCK, Jeffrey et al., 98 (2003), 145–166.
BROUÉ, Michel, Isométries de caractères et équivalences de Morita ou dérivées,71 (1990), 45–63.
BRUHAT, François, Sur une classe de sous-groupes com- pacts maximaux des groupes de Chevalley sur un corps p-adique, 23 (1964), 45–74.
BRUHAT, François et TITS, Jacques, Groupes réductifs sur un corps local : I. Données radicielles valuées,41 (1972), 5–251.
BRUHAT, François et TITS, Jacques, Groupes réductifs sur un corps local : II. Schémas en groupes. Existence d’une donnée radicielle valuée,60 (1984), 5–184.
BRYLINSKI, Jean-Luc and DELIGNE, Pierre, Central ex- tensions of reductive groups by K2, 94 (2001), 5–85.
BURGER, Marc and MOZES, Shahar, Groups acting on trees: from local to global structure,92 (2000), 113–
150.
BURGER, Marc and MOZES, Shahar, Lattices in product of trees, 92 (2000), 151–194.
BURNS, Keith and SPATZIER, Ralf, On topological Tits buildings and their classification, 65 (1987), 5–34.
BURNS, Keith and SPATZIER, Ralf, Manifolds of nonpos- itive curvature and their buildings, 65 (1987), 35–59.
BUSHNELL, Colin J. and HENNIART, Guy, Local tame lift- ing for GL(N). I: Simple characters,83 (1996), 105–
233.
C
CAMACHO, Cesar, KUIPER, Nicolaas H. and PALIS, Jacob, The topology of holomorphic flows with singularity,48 (1978), 5–38.
CAMACHO, Cesar and LINSNETO, Alcides, The topology of integrable differential forms near a singularity, 55 (1982), 5–35.
CAMACHO, Cesar, LINSNETO, Alcides and SAD, Paulo, Minimal sets of foliations on complex projective spaces, 68 (1988), 187–203.
CAPPELL, Sylvain E. and SHANESON, Julius L., The topo- logical rationality of linear representations,56 (1982), 101–128.
CARLESON, Lennart, A remark on Denjoy’s inequality and Herman’s theorem, 49 (1979), 235–241.
CARLSON, James A. and TOLEDO, Domingo, Harmonic mappings of Kähler manifolds to locally symmetric spaces, 69 (1989), 173–201.
CERF, Jean, La stratification naturelle des espaces de fonctions différentiables réelles et le théorème de la pseudo-isotopie, 39 (1970), 5–173.
CHABERT, Jérôme, ECHTERHOFF, Siegfried and NEST, Ryszard, The Connes-Kasparov conjecture for almost connected groups and for linear p-adic groups, 97 (2003), 239–278.
CHANG, Sun-Yung A., GURSKY, Matthew J. and YANG, Paul C., A conformally invariant sphere theorem in four dimensions,98 (2003), 105–143.
CHAPERON, Marc, Ck-conjugacy of holomorphic flows near a singularity,64 (1986), 143–183.
CHASTKOFSKY, Leonard and FEIT, Walter, On the pro- jective characters in characteristic 2 of the groups Suz(2m) and Sp4(2n), 51 (1980), 9–35.
CHATELET, Gilles and ROSENBERG, Harold, Manifolds which admitRn actions, 43 (1974), 245–260.
CHATELET, Gilles, ROSENBERG, Harold and WEIL, Daniel, A classification of the topological types ofR2- actions on closed orientable 3-manifolds, 43 (1974), 261–272.
CHENCINER, Alain, Bifurcations de points fixes elliptiques – I. Courbes invariantes, 61 (1985), 67–127.
CHENCINER, Alain, Bifurcations de points fixes elliptiques – III. Orbites périodiques de “petites” périodes et élimi- nation résonnante des couples de courbes invariantes, 66 (1988), 5–91.
CLEMENS, Herbert, The Neron model for families of intermediate jacobians acquiring “algebraic” singular- ities,58 (1983), 5–18.
CLEMENS, Herbert, Homological equivalence modulo al- gebraic equivalence is not finitely generated,58 (1983), 19–38.
CLINE, Edward, PARSHALL, Brian and SCOTT, Leonard, Cohomology of finite groups of Lie type, I,45 (1975), 169–191.
CLOZEL, Laurent, Représentations galoisiennes associées aux représentations automorphes autoduales de GL(n), 73 (1991), 97–145.
COATES, John, SUJATHA, Ramdorai and WINTENBERGER, Jean-Pierre, On the Euler-Poincaré characteristics of finite dimensional p-adic Galois representations, 93 (2001), 107–144.
COBURN, Lewis A. and DOUGLAS, Ronald G.,C∗-alge- bras of operators on a half-space, I.,40 (1971), 59–67.
COBURN, Lewis A., DOUGLAS, Ronald G., SCHAEFFER, David G. and SINGER, Isadore M.,C∗-algebras of op- erators on a half-space, II. Index theory, 40 (1971), 69–79.
COGDELL, Jim W. and PIATETSKI-SHAPIRO, Igor, Con- verse theorems for GLn, 79 (1994), 157–214.
COGDELL, Jim W., KIM, H. H., PIATETSKI-SHAPIRO, Igor I. and SHAHIDI, F., On lifting from classical groups to GLn, 93 (2001), 5–30.
COGDELL, J. W., KIM, H. H., PIATETSKI-SHAPIRO, I. I.
and SHAHIDI, F., Functoriality for the classical groups, 99 (2004), 163–233.
COHN, Paul M., On the structure of the GL2of a ring, 30 (1966), 5–53.
COLLIOT-THÉLÈNE, Jean-Louis et OJANGUREN, Manuel, Espaces principaux homogènes localement triviaux,75 (1992), 97–122.
CONNELLY, Robert, A counterexample to the rigidity conjecture for polyedra, 47 (1977), 333–338.
CONNER, Pierre E. and SMITH, Larry, On the complex bordism of finite complexes,37 (1969), 117–221.
CONNES, Alain, Non-commutative differential geometry, 62 (1985), 41–144.
CORNALBA, Maurizio. Voir ARBARELLO, Enrico, 88 (1998), 97–127.
COWLING, Michael. Voir BEKKA, Mohammed et al.,80 (1994), 117–134.
CRAWLEY-BOEVEY, William, Indecomposable parabolic bundles and the existence of matrices in prescribed conjugacy class closures with product equal to the iden- tity, 100 (2004), 171–207.
CURTIS, Charles W., IWAHORI, Nagayoshi and KILMOYER, Robert, Hecke algebras and characters of parabolic type of finite group with(B,N)-pairs,40 (1971), 81–116.
D
DEHON, François-Xavier et LANNES, Jean, Sur les espaces fonctionnels dont la source est le classifiant d’un groupe de Lie compact commutatif,89 (1999), 127–177.
DEJONG, A. Johan, Crystalline Dieudonné module the- ory via formal and rigid geometry, 82 (1995), 5–96.
DE JONG, A. Johan, Smoothness, semi-stability and al- terations, 83 (1996), 51–93.
DEJONG, A. Johan, Erratum to: Crystalline Dieudonné module theory via formal and rigid geometry, 87 (1998), 175.
DELIGNE, Pierre, Théorème de Lefschetz et critères de dégénérescence de suites spectrales, 35 (1968), 107–
126.
DELIGNE, Pierre and MUMFORD, David, The irreducibil- ity of the space of curves of given genus, 36 (1969), 75–109.
DELIGNE, Pierre, Théorie de Hodge : II,40 (1971), 5–
57.
DELIGNE, Pierre, La conjecture de Weil. I, 43 (1974), 273–307.
DELIGNE, Pierre, Théorie de Hodge : III,44 (1974), 5–
77.
DELIGNE, Pierre, La conjecture de Weil. II,52 (1980), 137–252.
DELIGNE, Pierre and MOSTOW, George D., Monodromy of hypergeometric functions and non-lattice integral monodromy, 63 (1986), 5–89.
DELIGNE, Pierre, Le symbole modéré, 73 (1991), 147–
181.
DELIGNE, Pierre, Extensions centrales de groupes al- gébriques simplement connexes et cohomologie galoisi- enne, 84 (1996), 35–89.
DELIGNE, Pierre. Voir BRYLINSKI, Jean-Luc, 94 (2001), 5–85.
DIAS CARNEIRO, M. J. and PALIS, Jacob, Bifurcations and global stability of families of gradients,70 (1989), 103–168.
DÍAZ, Lorenzo J. Voir BONATTI, Christian, 96 (2002), 171–197.
DIECK, Tammo Tom and PETRIE, Ted, Homotopy rep- resentations of finite groups, 56 (1982), 129–169.
DIXMIER, Jacques, Sur les structures boréliennes du spec- tre d’une C∗-algèbre, 6 (1960), 5–11.
DIXMIER, Jacques, Opérateurs de rang fini dans les re- présentations unitaires, 6 (1960), 13–25.
DOLGACHEV, Igor V. and HU, Yi, Variation of geometric invariant theory quotients, 87 (1998), 5–51.
DONALDSON, Simon K., Complex curves and surgery, 68 (1988), 91–97.
DONAVAN, Peter and KAROUBI, Max, Graded Brauer groups andK-theory with local coefficients,38 (1970), 5–25.
DONOGHUE, William F., On a problem of Nieminen,16 (1963), 31–33.
DOUGLAS, Ronald G. Voir COBURN, Lewis A.,40 (1971), 59–67.
DOUGLAS, Ronald G. Voir COBURN, Lewis A. et al.,40 (1971), 69–79.
DUPLESSIS, A. A. and WALL, C. T. C., On C1-stability and C1-determinacy, 70 (1989), 5–46.
DUSAUTOY, Marcus, Counting p-groups and nilpotent groups,92 (2000), 63–112.
DUVAL, Julien. Voir BRIEND, Jean-Yves,93 (2001), 145–
160.
DWORK, Bernard, On the zeta function of a hypersur- face, 12 (1962), 5–68.
DWORK, Bernard,p-adic cycles,37 (1969), 27–115.
E
EBERLEIN, Patrick and HEBER, Jens, A differential geo- metric characterization of symmetric spaces of higher rank, 71 (1990), 33–44.
ECHTERHOFF, Siegfried. Voir CHABERT, Jérôme et al., 97 (2003), 239–278.
EELLS, James and KUIPER, Nicolaas H., Manifolds which are like projective planes, 14 (1962), 5–46.
EKEDAHL, Torsten, Canonical models of surfaces of gen- eral type in positive characteristic,67 (1988), 97–144.
EKELAND, Ivar, Discontinuités de champs hamiltoniens et existence de solutions optimales en calcul des varia- tions, 47 (1977), 5–32.
ESKIN, Alex, MASUR, Howard and ZORICH, Anton, Moduli spaces of abelian differentials: the principal boundary, counting problems, and the Siegel-Veech constants, 97 (2003), 61–179.
EVANS, Richard. Voir BROCK, Jeffrey et al., 98 (2003), 145–166.
F
FALB, Peter L., On a theorem of Bochner, 36 (1969), 59–67.
FEIT, Walter. Voir CHASTKOFSKY, Leonard, 51 (1980), 9–35.
FÉLIX, Yves, HALPERIN, Stephen and THOMAS, Jean- Claude, The homotopy Lie algebra for finite com- plexes,56 (1982), 179–202.
FELIX, Yves, THOMAS, Jean-Claude and VIGUÉ-POIR-
RIER, Micheline, The Hochschild cohomology of a clos- ed manifold, 99 (2004), 235–252.
FLICKER, Yuval Z. and KAZHDAN, David A., Metaplectic correspondence, 64 (1986), 53–110.
FOSSUM, Robert, FOXBY, Hans-Bjorn, GRIFFITH, Phillip and REITEN, Idun, Minimal injective resolutions with applications to dualizing modules and Gorenstein mod- ules, 45 (1975), 193–215.
FOXBY, Hans-Bjorn. Voir FOSSUM, Robert et al., 45 (1975), 193–215.
FRANKS, John, Periodic points and rotation numbers for area preserving diffeomorphisms of the plane, 71 (1990), 105–120.
FRENKEL, Edward. Voir BEN-ZVI, David,94 (2001), 87–
159.
FRIED, David and SHUB, Michael, Entropy linearity and chain-recurrence, 50 (1979), 203–214.
FRIEDLANDER, Eric M., Fibrations in etale homotopy theory,42 (1973), 5–46.
FUKUDA, Takao, Types topologiques des polynômes,46 (1976), 87–106.
FULTON, William. Voir BAUM, Paul et al., 45 (1975), 101–145.
FULTON, William, Rational equivalence on singular va- rieties, 45 (1975), 147–167.
FURSTENBERG, Harry. Voir BOURGAIN, Jean et al.,69 (1989), 42–45.
G
GABORIAU, Damien, Invariantsl2 de relations d’équiva- lence et de groupes, 95 (2002), 93–150.
GARLAND, Howard, The arithmetic theory of loop groups,52 (1980), 5–136.
GASHAROV, Vesselin N. Voir AVRAMOV, Luchezar L. et al., 86 (1997), 67–114.
GELFAND, Izrail M. et KIRILLOV, Alexander A., Sur les corps liés aux algèbres enveloppantes des algèbres de Lie,31 (1966), 5–19.
GHYS, Étienne, Rigidité différentiable des groupes fuch- siens, 78 (1993), 163–185.
GILLE, Philippe, La R-équivalence sur les groupes algé- briques réductifs définis sur un corps global,86 (1997), 199–235.
GILLET, Henri and SOULÉ, Christophe, Arithmetic in- tersection theory, 72 (1990), 93–174.
GODWIN, A. N., Three dimensional pictures for Thom’s parabolic umbilic, 40 (1971), 117–138.
GOLDMAN, William M. and MILLSON, John J., The de- formation theory of representations of fundamental groups of compact Kähler manifolds,67 (1988), 43–96.
GORENSTEIN, Daniel, On finite simple groups of char- acteristic 2 type,36 (1969), 5–13.
GRAUERT, Hans, Ein Theorem der analytischen Garben- theorie und die Modulräume komplexer Strukturen,5 (1960), 5–64.
GRAUERT, Hans, Berichtigung: Ein Theorem der analy- tischen Garbentheorie und die Modulräume komplexer Strukturen, 16 (1963), 35–36.
GRAUERT, Hans, Mordells Vermutung über rationale Punkte auf algebraischen Kurven und Funktionenkör- per, 25 (1965), 131–149.
GRAUERT, Hans, Affinoide Überdeckungen eindimensio- naler affinoider Räume, 34 (1968), 5–35.
GRAYSON, Matthew and PUGH, Charles, Critical sets in 3-space, 77 (1993), 5–61.
GREENBERG, Marvin J., Rational points in Henselian dis- crete valuation rings, 31 (1966), 59–64.
GRIFFITH, Phillip. Voir FOSSUM, Robert et al.,45 (1975), 193–215.
GRIFFITHS, Phillip A., Periods of integrals on algebraic manifolds, III (Some global differential-geometric prop- erties of the period mapping),38 (1970), 125–180.
GROMOV, Michael, Groups of polynomial growth and expanding maps (with an appendix by Jacques Tits), 53 (1981), 53–78.
GROMOV, Michael, Volume and bounded cohomology, 56 (1982), 5–99.
GROMOV, Michael and PIATETSKI-SHAPIRO, Igor, Non- arithmetic groups in Lobachevsky spaces, 66 (1988), 93–103.
GROMOV, Michael, LAWSON, H. Blaine Jr. and THUR-
STON, William, Hyperbolic 4-manifolds and confor- mally flat 3-manifolds, 68 (1988), 27–45.
GROMOV, Michael and SCHOEN, Richard, Harmonic maps into singular spaces andp-adic superrigidity for lattices in groups of rank one,76 (1992), 165–246.
GROMOV, Mikhael and LAWSON, H. Blaine Jr., Positive scalar curvature and the Dirac operator on complete Riemannian manifolds,58 (1983), 83–196.
GROTHENDIECK, Alexander, Éléments de géométrie al- gébrique (rédigés avec la collaboration de Jean Dieu- donné) : I. Le langage des schémas, 4 (1960), 5–228.
GROTHENDIECK, Alexander, Éléments de géométrie al- gébrique (rédigés avec la collaboration de Jean Dieu- donné) : II. Étude globale élémentaire de quelques classes de morphismes, 8 (1961), 5–222.
GROTHENDIECK, Alexander, Éléments de géométrie al- gébrique (rédigés avec la collaboration de Jean Dieu- donné) : III. Étude cohomologique des faisceaux co- hérents, Première partie, 11 (1961), 5–167.
GROTHENDIECK, Alexander, Éléments de géométrie al- gébrique (rédigés avec la collaboration de Jean Dieu- donné) : III. Étude cohomologique des faisceaux co- hérents, seconde partie, 17 (1963), 5–91.
GROTHENDIECK, Alexander, Éléments de géométrie al- gébrique (rédigés avec la collaboration de Jean Dieu- donné) : IV. Étude locale des schémas et des mor- phismes de schémas, Première partie,20 (1964), 5–259.
GROTHENDIECK, Alexander, Éléments de géométrie al- gébrique (rédigés avec la collaboration de Jean Dieu- donné) : IV. Étude locale des schémas et des mor- phismes de schémas, Seconde partie,24 (1965), 5–231.
GROTHENDIECK, Alexander, Éléments de géométrie algé- brique (rédigés avec la collaboration de Jean Dieu- donné) : IV. Étude locale des schémas et des mor- phismes de schémas, Troisième partie, 28 (1966), 5–
255.
GROTHENDIECK, Alexander, On the de Rham cohomo- logy of algebraic varieties, 29 (1966), 95–103.
GROTHENDIECK, Alexander, Éléments de géométrie al- gébrique (rédigés avec la collaboration de Jean Dieu- donné) : IV. Étude locale des schémas et des mor- phismes de schémas, Quatrième partie,32 (1967), 5–
361.
GROVE, Karsten and HALPERIN, Stephen, Contributions of rational homotopy theory to global problems in geometry,56 (1982), 171–177.
GUCKENHEIMER, John and WILLIAMS, Robert F., Struc- tural stability of Lorenz attractors, 50 (1979), 59–72.
GUILLÉN, Francisco et NAVARROAZNAR, Vicente, Un cri- tère d’extension des foncteurs définis sur les schémas lisses, 95 (2002), 1–91.
GURSKY, Matthew J. Voir CHANG, Sun-Yung A. et al., 98 (2003), 105–143.
H
HAEFLIGER, André et POÉNARU, Valentin, La classifica- tion des immersions combinatoires,23 (1964), 75–91.
HAEFLIGER, André, Un aperçu de l’oeuvre de Thom en topologie différentielle (jusqu’en 1957), 68 (1988), 13–
18.
HALPERIN, Stephen. Voir GROVE, Karsten, 56 (1982), 171–177.
HALPERIN, Stephen. Voir FÉLIX, Yves et al., 56 (1982), 179–202.
HARDT, Robert and SULLIVAN, Dennis, Variation of the Green function on Riemann surfaces and Whitney’s holomorphic stratification conjecture, 68 (1988), 115–
138.
HARISH-CHANDRA, Invariant eigendistributions on a semisimple Lie algebra,27 (1965), 5–54.
HARPE, Pierre de la. Voir BEKKA, Mohammed et al.,80 (1994), 117–134.
HARTSHORNE, Robin, Connectedness of the Hilbert scheme, 29 (1966), 5–48.
HARTSHORNE, Robin, Ample vector bundles,29 (1966), 63–94.
HARTSHORNE, Robin, Curves with high self-intersection on algebraic surfaces, 36 (1969), 111–125.
HARTSHORNE, Robin, On the de Rham cohomology of algebraic varieties,45 (1975), 5–99.
HAUSER, Herwig and MÜLLER, Gerd, A rank theorem for analytic maps between power series spaces, 80 (1994), 95–115.
HEBER, Jens. Voir EBERLEIN, Patrick,71 (1990), 33–44.
HEINONEN, Juha. Voir BONK, Mario,100 (2004), 153–
170.
HELLER, Alex. Voir BASS, Hyman et al.,22 (1964), 61–
79.
HENNIART, Guy. Voir BUSHNELL, Colin J., 83 (1996), 105–233.
HERMAN, Michael R., Sur la conjugaison différentiable des difféomorphismes du cercle à des rotations, 49 (1979), 5–233.
HERMAN, Michael R., Inégalités a priori pour des tores lagrangiens invariants par des difféomorphismes sym- plectiques,70 (1989), 47–101.
HILL, Richard and VELANI, Sanju L., Metric diophan- tine approximation in Julia sets of expanding rational maps, 85 (1997), 193–216.
HIRONAKA, Heisuke, Normal cones in analytic Whitney stratifications, 36 (1969), 127–138.
HIRSCHOWITZ, André, Existence de faisceaux réflexifs de rang deux sur P3 à bonne cohomologie, 66 (1988), 105–137.
HU, Yi. Voir DOLGACHEV, Igor V.,87 (1998), 5–51.
HUBBARD, John H. and OBERSTE-VORTH, Ralph W., Hénon mappings in the complex domain I: the global topology of dynamical space, 79 (1994), 5–46.
HUDSON, John F. P. and ZEEMAN, Eric Christopher, On combinatorial isotopy, 19 (1964), 69–94.
HURDER, Steve and KATOK, Anatole, Differentiability, rigidity and Godbillon-Vey classes for Anosov flows,72 (1990), 5–61.
I
ILLUSIE, Luc et RAYNAUD, Michel, Les suites spectrales associées au complexe de de Rham-Witt, 57 (1983), 73–212.
IWAHORI, Nagayoshi and MATSUMOTO, Hideya, On some Bruhat decomposition and the structure of the Hecke rings ofp-adic Chevalley groups,25 (1965), 5–
48.
IWAHORI, Nagayoshi. Voir CURTIS, Charles W. et al.,40 (1971), 81–116.
IWANIEC, H., LUO, W. and SARNAK, Peter, Low lying zeros of families of L-functions, 91 (2000), 55–131.
J
JARDEN, Moshe and PRASAD, Gopal, Appendix on the discriminant quotient formula for global field, 69 (1989), 115–117.
K
KALAI, Gil. Voir BENJAMINI, Itai et al.,90 (1999), 5–43.
KAPOVICH, Michael and MILLSON, John J., On repre- sentation varieties of Artin groups, projective arrange- ments and the fundamental groups of smooth complex algebraic varieties,88 (1998), 5–95.
KAPRANOV, Mikhail and VASSEROT, Eric, Vertex alge- bras and the formal loop space,100 (2004), 209–269.
KAROUBI, Max. Voir DONAVAN, Peter, 38 (1970), 5–25.
KATO, Kazuya. Voir BLOCH, Spencer,63 (1986), 107–
152.
KATO, Kazuya and SAITO, Takeshi, On the conductor formula of Bloch,100 (2004), 5–151.
KATOK, Anatole, Lyapunov exponents, entropy and pe- riodic orbits for diffeomorphisms,51 (1980), 137–173.
KATOK, Anatole. Voir HURDER, Steve,72 (1990), 5–61.
KATOK, Anatole and SPATZIER, Ralph J., First cohomo- logy of Anosov actions of higher rank abelian groups and applications to rigidity,79 (1994), 131–156.
KATSUDA, Atsushi and SUNADA, Toshikazu, Closed orbits in homology classes, 71 (1990), 5–32.
KATZ, Nicholas M., On the differential equations satis- fied by period matrices, 35 (1968), 71–106.
KATZ, Nicholas M., Nilpotent connections and the mon- odromy theorem: applications of a result of Turrittin, 39 (1970), 175–232.
KATZ, Nicholas M. et LAUMON, Gérard, Transformation de Fourier et majoration de sommes exponentielles,62 (1985), 145–202.
KATZ, Nicholas M. et LAUMON, Gérard, Corrections à :
“Transformation de Fourier et majoration de sommes exponentielles”,69 (1989), 233.
KATZNELSON, Yitzhak. Voir BOURGAIN, Jean et al., 69 (1989), 42–45.
KAZHDAN, David A. and PATTERSON, S. J., Metaplectic forms, 59 (1984), 35–142.
KAZHDAN, David A. and PATTERSON, S. J., Corrections to: “Metaplectic forms”, 62 (1985), 203.
KAZHDAN, David A. Voir FLICKER, Yuval Z.,64 (1986), 53–110.
KIEHL, Reinhardt, Die de Rham Kohomologie algebrai- scher Mannigfaltigkeiten über einem bewerteten Kör- per, 33 (1967), 5–20.
KILMOYER, Robert. Voir CURTIS, Charles W. et al.,40 (1971), 81–116.
KIM, H. H. Voir COGDELL, Jim W. et al., 93 (2001), 5–30.
KIM, H. H. Voir COGDELL, J. W. et al.,99 (2004), 163–
233.
KING, Henry C. Voir AKBULUT, Selman,53 (1981), 79–
162.
KIRILLOV, Alexander A. Voir GELFAND, Izrail M., 31 (1966), 5–19.
KLEIMAN, Steven L., Geometry on grassmannians and applications to splitting bundles and smoothing cycles, 36 (1969), 281–297.
KLEINER, Bruce and LEEB, Bernhard, Rigidity of quasi- isometries for symmetric spaces and Euclidean build- ings, 86 (1997), 115–197.
KRAFT, Hanspeter and SCHWARZ, Gerald W., Reduc- tive group actions with one-dimensional quotient,76 (1992), 1–97.
KUCHARZ, Wojciech. Voir BOCHNAK, Jacek et al., 86 (1997), 5–65.
KUCHARZ, Wojciech. Voir BOCHNAK, Jacek et al., 92 (2000), 195.
KUDLA, Stephen S. and MILLSON, John J., Intersection numbers of cycles on locally symmetric spaces and Fourier coefficients of holomorphic modular forms in several complex variables, 71 (1990), 121–172.
KUIPER, Nicolaas H. Voir EELLS, James,14 (1962), 5–
46.
KUIPER, Nicolaas H., Algebraic equations for non- smoothable 8-manifolds, 33 (1967), 139–155.
KUIPER, Nicolaas H. Voir CAMACHO, Cesar et al.,48 (1978), 5–38.
KUIPER, Nicolaas H., Hyperbolic 4-manifolds and tes- selations, 68 (1988), 47–76.
L
LABARCA, Rafael. Voir BAMON, Rodrigo et al.,78 (1993), 207–232.
LABOURIE, François. Voir BENOIST, Yves,76 (1992), 99–
109.
LAM, Tsit Yuen, LEEP, David B. and TIGNOL, Jean- Pierre, Biquaternion algebras and quartic extensions, 77 (1993), 63–102.
LANG, Serge, Integral points on curves,6 (1960), 27–43.
LANGEVIN, Rémy. Voir BONATTI, Christian et al., 75 (1992), 123–134.
LANNES, Jean, Sur les espaces fonctionnels dont la source est le classifiant d’unp-groupe abélien élémentaire,75 (1992), 135–244.
LANNES, Jean. Voir DEHON, François-Xavier,89 (1999), 127–177.
LATOUR, François, Existence de l-formes fermées non singulières dans une classe de cohomologie de de Rham, 80 (1994), 135–194.
LAUMON, Gérard. Voir KATZ, Nicholas M., 62 (1985), 145–202.
LAUMON, Gérard, Transformation de Fourier, constantes d’équations fonctionnelles et conjecture de Weil, 65 (1987), 131–210.
LAUMON, Gérard. Voir KATZ, Nicholas M., 69 (1989), 233.
LAWSON, H. Blaine Jr. Voir GROMOV, Mikhael, 58 (1983), 83–196.
LAWSON, H. Blaine Jr. Voir GROMOV, Michael et al., 68 (1988), 27–45.
LAZARD, Michel, Les zéros d’une fonction analytique d’une variable sur un corps valué complet,14 (1962), 47–75.
LAZARD, Michel, Groupes analytiques p-adiques, 26 (1965), 5–215.
LEBEAU, Gilles. Voir BISMUT, Jean-Michel, 74 (1991), 1–298.
LEDRAPPIER, François, Propriétés ergodiques des mesures de Sinaï, 59 (1984), 163–188.
LEEB, Bernhard. Voir KLEINER, Bruce,86 (1997), 115–
197.
LEEP, David B. Voir LAM, Tsit Yuen et al., 77 (1993), 63–102.
LICHNEROWICZ, André, Propagateurs et commutateurs en relativité générale,10 (1961), 5–56.
LINDENSTRAUSS, Elon, Mean dimension, small entropy factors and an embedding theorem, 89 (1999), 227–
262.
LINS NETO, Alcides. Voir CAMACHO, Cesar,55 (1982), 5–35.
LINS NETO, Alcides. Voir CAMACHO, Cesar et al., 68 (1988), 187–203.
LIONS, Jacques-Louis et PEETRE, Jaak, Sur une classe d’espaces d’interpolation, 19 (1964), 5–68.
LIPMAN, Joseph, Rational singularities with applications to algebraic surfaces and unique factorization, 36 (1969), 195–279.
LIPMAN, Joseph, The Picard group of a scheme over an Artin ring, 46 (1976), 15–86.
LOJASIEWICZ, Stanislaw, Sur l’adhérence d’un ensemble partiellement semi-algébrique, 68 (1988), 205–210.
LOS, Jérôme, On the forcing relation for surface home- omorphisms, 85 (1997), 5–61.
LUBOTSKY, Alexander, MOZES, Shahar and RAGHU-
NATHAN, Madabusi S., The world and riemannian met- rics on lattices of semisimple groups,91 (2000), 5–53.
LUNA, D., Variétés sphériques de type A,94 (2001), 161–
226.
LUO, W. Voir IWANIEC, H. et al., 91 (2000), 55–131.
LUO, Wenzhi and SARNAK, Peter, Quantum ergodicity of Eigenfunctions on PSL2(Z)\H2,81 (1995), 207–237.
LUSZTIG, George, Cuspidal local systems and graded Hecke algebras, I, 67 (1988), 145–202.
LUSZTIG, George, Affine quivers and canonical bases,76 (1992), 111–163.
LUZZATTO, Stephano and TUCKER, Warwick, Non- uniformly expanding dynamics in maps with singular- ities and criticalities,89 (1999), 179–226.
LYONS, Russell, Determinantal probability measures,98 (2003), 167–212.
M
MACPHERSON, Robert. Voir BAUM, Paul et al.,45 (1975), 101–145.
MALGRANGE, Bernard, Frobenius avec singularités-1. Co- dimension un, 46 (1976), 163–173.
MALLIAVIN, Paul, Impossibilité de la synthèse spectrale sur les groupes abéliens non compacts,2 (1959), 61–68.
MAÑÉ, Ricardo, On the creation of homoclinic points, 66 (1988), 139–159.
MAÑÉ, Ricardo, A proof of the C1 stability conjecture, 66 (1988), 161–210.
MAÑÉ, Ricardo. Voir BAMON, Rodrigo et al.,78 (1993), 207–232.
MANIN, Jurii I., Rational surfaces over perfect fields (en russe), 30 (1966), 55–97.
MANIN, Jurii I., Rational surfaces over perfect fields (ré- sumé anglais),30 (1966), 99–113.
MARCO, Jean-Pierre and SAUZIN, David, Stability and in- stability for Gevrey quasi-convex near-integrable hamil- tonian systems, 96 (2002), 199–275.
MARTINET, Jean et RAMIS, Jean-Pierre, Problèmes de modules pour des équations différentielles non linéaires du premier ordre,55 (1982), 63–164.
MASSER, D. W. and WÜSTHOLZ, G., Factorization esti- mates for Abelian varieties, 81 (1995), 5–24.
MASUR, Howard. Voir ESKIN, Alex et al., 97 (2003), 61–179.
MATHER, John N., Stability ofC∞mappings, III: Finitely determined map-germs,35 (1968), 127–156.
MATHER, John N., Stability ofC∞mappings, IV: Classi- fication of stable germs byR-algebras, 37 (1969), 223–
248.
MATHER, John N., A criterion for the non-existence of invariant circles, 63 (1986), 153–204.
MATSUMOTO, Hideya. Voir IWAHORI, Nagayoshi, 25 (1965), 5–48.
MAZUR, Barry, The definition of equivalence of combi- natorial imbeddings, 3 (1959), 5–17.
MAZUR, Barry, On the structure of certain semi-groups of spherical knot classes, 3 (1959), 19–27.
MAZUR, Barry, Orthotopy and spherical knots,3 (1959), 29–48.
MAZUR, Barry, Differential topology from the point of view of simple homotopy theory,15 (1963), 5–93.
MAZUR, Barry, Corrections to “Differential topology from the point of view of simple homotopy theory”
and further remarks,22 (1964), 81–91.
MAZUR, Barry, Modular curves and the Eisenstein ideal, 47 (1977), 33–186.
MAZUR, Barry et TILOUINE, Jacques, Représentations galoisiennes, différentielles de Kähler et “conjectures principales”, 71 (1990), 65–103.
MCMULLEN, Curtis T., Coxeter groups, Salem numbers and the Hilbert metric, 95 (2002), 151–183.
MCQUILLAN, Michael, Diophantine approximations and foliations, 87 (1998), 121–174.
MEBKHOUT, Zoghman, Le théorème de comparaison entre cohomologies de de Rham d’une variété algé- brique complexe et le théorème d’existence de Rie- mann,69 (1989), 47–89.
MERKURJEV, Alexander S., R-equivalence and rational- ity problem for semisimple adjoint classical algebraic groups,84 (1996), 189–213.
MILLSON, John J. Voir GOLDMAN, William M., 67 (1988), 43–96.
MILLSON, John J. Voir KUDLA, Stephen S., 71 (1990), 121–172.
MILLSON, John J. Voir KAPOVICH, Michael, 88 (1998), 5–95.
MILMAN, Pierre D. Voir BIERSTONE, Edward,67 (1988), 5–42.
MILNOR, John. Voir BASS, Hyman et al.,33 (1967), 59–
137.
MIRONESCU, Petru. Voir BOURGAIN, Jean et al., 99 (2004), 1–115.
MISIUREWICZ, Michal, Structure of mappings of an in- terval with zero entropy,53 (1981), 5–16.
MISIUREWICZ, Michal, Absolutely continuous measures for certain maps of an interval,53 (1981), 17–51.
MISIUREWICZ, Michal. Voir BENEDICKS, Michael, 69 (1989), 203–213.
MOH, Tzoung Tsieng. Voir ABHYANKAR, Shreeram Shankar et al.,36 (1969), 165–193.
MOKRANE, Abdellah. Voir ABBES, Ahmed, 99 (2004), 117–162.
MOORE, Calvin C., Group extensions of p-adic and adelic linear groups,35 (1968), 5–70.
MOREL, Fabien and VOEVODSKY, Vladimir, A1-homo- topy theory of schemes,90 (1999), 45–143.
MORGAN, John W., The algebraic topology of smooth algebraic varieties,48 (1978), 137–204.
MORGAN, John W., Correction to: “The algebraic top- ology of smooth algebraic varieties”,64 (1986), 185.
MOSTOW, George D., Quasi-conformal mappings inn- space and the rigidity of hyperbolic space forms, 34 (1968), 53–104.
MOSTOW, George D. Voir DELIGNE, Pierre,63 (1986), 5–89.
MOSTOW, George D., Generalized Picard lattices arising from half-integral conditions, 63 (1986), 91–106.
MOUNT, Kenneth and VILLAMAYOR, Orlando E., An algebraic construction of the generic singularities of Boardman-Thom, 43 (1974), 205–244.
MOUSSU, Robert et ROUSSARIE, Robert, Relations de conjugaison et de cobordisme entre certains feuille- tages, 43 (1974), 143–168.
MOUSSU, Robert. Voir BONATTI, Christian et al., 75 (1992), 123–134.
MOZES, Shahar. Voir LUBOTSKY, Alexander et al., 91 (2000), 5–53.
MOZES, Shahar. Voir BURGER, Marc, 92 (2000), 113–
150.
MOZES, Shahar. Voir BURGER, Marc, 92 (2000), 151–
194.
MÜLLER, Gerd. Voir HAUSER, Herwig, 80 (1994), 95–
115.
MUMFORD, David, The topology of normal singularities of an algebraic surface and a criterion for simplicity, 9 (1961), 5–22.
MUMFORD, David. Voir DELIGNE, Pierre,36 (1969), 75–
109.
MURRE, Jaap P., On contravariant functors from the cat- egory of preschemes over a field into the category of abelian groups, 23 (1964), 5–43.
N
NABUTOVSKY, Alexander and WEINBERGER, Shmuel, Variational problems for riemannian functionals and arithmetic groups,92 (2000), 5–62.
NAGATA, Masayoshi, On the closedness of singular loci, 2 (1959), 5–12.
NAVARROAZNAR, Vicente. Voir GUILLÉN, Francisco,95 (2002), 1–91.
NÉRON, André, Modèles minimaux des variétés abé- liennes sur les corps locaux et globaux,21 (1964), 5–
126.
NEST, Ryszard. Voir CHABERT, Jérôme et al.,97 (2003), 239–278.
NEWHOUSE, Sheldon E., The abundance of wild hyper- bolic sets and non-smooth stable sets for diffeomor- phisms, 50 (1979), 101–151.
NEWHOUSE, Sheldon E., PALIS, Jacob and TAKENS, Floris, Bifurcations and stability of families of diffeo- morphisms, 57 (1983), 5–71.
O
OBERSTE-VORTH, Ralph W. Voir HUBBARD, John H., 79 (1994), 5–46.
OJANGUREN, Manuel. Voir COLLIOT-THÉLÈNE, Jean- Louis, 75 (1992), 97–122.
OL’SHANSKII, Alexander Yu. and SAPIR, Mark V., Non- amenable finitely presented torsion-by-cyclic groups,96 (2002), 43–169.
ORNSTEIN, Donald S. Voir BOURGAIN, Jean et al., 69 (1989), 42–45.
P
PACÍFICO, Maria-José. Voir BAMON, Rodrigo et al.,78 (1993), 207–232.
PALIS, Jacob. Voir CAMACHO, Cesar et al., 48 (1978), 5–38.
PALIS, Jacob. Voir NEWHOUSE, Sheldon E. et al., 57 (1983), 5–71.
PALIS, Jacob, On the C1 Ω-stability conjecture, 66 (1988), 211–215.
PALIS, Jacob. Voir DIAS CARNEIRO, M. J., 70 (1989), 103–168.
PARIMALA, R. and SURESH, V., Isotropy of quadratic forms over function fields ofp-adic curves,88 (1998), 129–150.
PARSHALL, Brian. Voir CLINE, Edward et al.,45 (1975), 169–191.
PATTERSON, S. J. Voir KAZHDAN, David A.,59 (1984), 35–142.
PATTERSON, S. J. Voir KAZHDAN, David A.,62 (1985), 203.
PEETRE, Jaak. Voir LIONS, Jacques-Louis,19 (1964), 5–
68.
PEETRE, Jaak, Relations entre deux méthodes d’interpo- lation, 29 (1966), 49–53.
PEEVA, Irena V. Voir AVRAMOV, Luchezar L. et al.,86 (1997), 67–114.
PELLETIER, Fernand, Singularités d’ordre supérieur de 1-formes, 2-formes et équations de Pfaff, 61 (1985), 129–169.
PESKINE, Christian et SZPIRO, Lucien, Dimension pro- jective finie et cohomologie locale,42 (1973), 47–119.
PETRIE, Ted. Voir DIECK, Tammo Tom,56 (1982), 129–
169.
PETRIE, Ted and RANDALL, John, Spherical isotropy rep- resentations, 62 (1985), 5–40.
PHAM, Frédéric, Résurgence d’un thème de Huygens- Fresnel, 68 (1988), 77–90.
PHILIPPON, Patrice, Critères pour l’indépendance algé- brique, 64 (1986), 5–52.
PIATETSKI-SHAPIRO, Igor. Voir GROMOV, Michael, 66 (1988), 93–103.
PIATETSKI-SHAPIRO, Igor. Voir COGDELL, Jim W., 79 (1994), 157–214.
PIATETSKI-SHAPIRO, Igor I. Voir COGDELL, Jim W. et al., 93 (2001), 5–30.
PIATETSKI-SHAPIRO, I. I. Voir COGDELL, J. W. et al.,99 (2004), 163–233.
POÉNARU, Valentin. Voir HAEFLIGER, André,23 (1964), 75–91.
POÉNARU, Valentin, Un théorème des fonctions implicites pour les espaces d’applicationsC∞,38 (1970), 93–124.
PRASAD, Gopal, Volumes of S-arithmetic quotients of semi-simple groups, 69 (1989), 91–114.
PRASAD, Gopal. Voir JARDEN, Moshe, 69 (1989), 115–
117.
PRASAD, Gopal. Voir BOREL, Armand,69 (1989), 119–
171.
PRASAD, Gopal. Voir BOREL, Armand,71 (1990), 173–
177.
PRASAD, Gopal and RAPINCHUK, Andrei S., Computa- tion of the metaplectic kernel, 84 (1996), 91–187.
PUGH, Charles. Voir GRAYSON, Matthew,77 (1993), 5–
61.
PUGH, Charles C., TheC1+αhypothesis in Pesin theory, 59 (1984), 143–161.
Q
QUILLEN, Daniel, Algebra cochains and cyclic cohomo- logy,68 (1988), 139–174.
R
RACINET, Georges, Doubles mélanges des polyloga- rithmes multiples aux racines de l’unité, 95 (2002), 185–231.
RAGHUNATHAN, Madabusi S., On the congruence sub- group problem,46 (1976), 107–161.
RAGHUNATHAN, Madabusi S. Voir LUBOTSKY, Alexan- der et al.,91 (2000), 5–53.
RAMANATHAN, A., Equations defining Schubert varieties and Frobenius splitting of diagonals,65 (1987), 61–90.
RAMIS, Jean-Pierre et RUGET, Gabriel, Complexe dua- lisant et théorèmes de dualité en géométrie analytique complexe, 38 (1970), 77–91.
RAMIS, Jean-Pierre. Voir MARTINET, Jean,55 (1982), 63–
164.
RANDALL, John. Voir PETRIE, Ted, 62 (1985), 5–40.
RAPINCHUK, Andrei S. Voir PRASAD, Gopal,84 (1996), 91–187.
RAYNAUD, Michel, Spécialisation du foncteur de Picard, 38 (1970), 27–76.
RAYNAUD, Michel. Voir ILLUSIE, Luc,57 (1983), 73–212.
REITEN, Idun. Voir FOSSUM, Robert et al., 45 (1975), 193–215.
RESSAYRE, Nicolas, Appendix: An example of a thick wall, 87 (1998), 53–56.
RICKARD, Jeremy, Finite group actions and étale co- homology, 80 (1994), 81–94.
ROSENBERG, Harold. Voir CHATELET, Gilles,43 (1974), 245–260.
ROSENBERG, Harold. Voir CHATELET, Gilles et al., 43 (1974), 261–272.
ROSENBERG, Jonathan, C∗-algebras, positive scalar cur- vature, and the Novikov conjecture, 58 (1983), 197–
212.
ROSENLICHT, Maxwell, On the explicit solvability of cer- tain transcendental equations, 36 (1969), 15–22.
ROUQUIER, Raphaël. Voir BONNAFÉ, Cédric,97 (2003), 1–59.
ROUSSARIE, Robert, Plongements dans les variétés feuil- letées et classification de feuilletages sans holonomie, 43 (1974), 101–141.
ROUSSARIE, Robert. Voir MOUSSU, Robert, 43 (1974), 143–168.
RUELLE, David, Integral representation of measures as- sociated with a foliation, 48 (1978), 127–132.
RUELLE, David, Invariant measures for a diffeomorphism which expands the leaves of a foliation,48 (1978), 133–
135.
RUELLE, David, Ergodic theory of differentiable dynam- ical systems, 50 (1979), 27–58.
RUELLE, David, An extension of the theory of Fredholm determinants,72 (1990), 175–193.
RUGET, Gabriel. Voir RAMIS, Jean-Pierre,38 (1970), 77–
91.
S
SAD, Paulo. Voir CAMACHO, Cesar et al.,68 (1988), 187–
203.
SAITO, Takeshi. Voir KATO, Kazuya,100 (2004), 5–151.
SAMUEL, Pierre, Compléments à un article de Hans Grauert sur la conjecture de Mordell, 29 (1966), 55–
62.
SAPIR, Mark V. Voir OL’SHANSKII, Alexander Yu., 96 (2002), 43–169.
SARNAK, Peter. Voir LUO, Wenzhi,81 (1995), 207–237.
SARNAK, Peter. Voir IWANIEC, H. et al.,91 (2000), 55–
131.
SATAKE, Ichiro, Theory of spherical functions on reduc- tive algebraic groups overp-adic fields,18 (1963), 5–69.
SATO, Atsushi and TAMURA, Itiro, On transverse folia- tions, 54 (1981), 5–35.
SAUZIN, David. Voir MARCO, Jean-Pierre, 96 (2002), 199–275.
SCHAEFFER, David G. Voir COBURN, Lewis A. et al.,40 (1971), 69–79.
SCHAEFFER, David G., An index theorem for systems of difference operators on a half space,42 (1973), 121–
127.
SCHNEIDER, Peter and STUHLER, Ulrich, Representation theory and sheaves on the Bruhat-Tits building, 85 (1997), 97–191.
SCHOEN, Richard. Voir GROMOV, Michael, 76 (1992), 165–246.
SCHRAMM, Oded. Voir BENJAMINI, Itai et al.,90 (1999), 5–43.
SCHWARTZ, Richard Evan, Pappus’s theorem and the modular group, 78 (1993), 187–206.
SCHWARTZ, Richard Evan, The quasi-isometry classifi- cation of rank one lattices, 82 (1995), 133–168.
SCHWARZ, Gerald W., Lifting smooth homotopies of or- bit spaces, 51 (1980), 37–135.
SCHWARZ, Gerald W. Voir KRAFT, Hanspeter,76 (1992), 1–97.
SCOTT, Leonard. Voir CLINE, Edward et al.,45 (1975), 169–191.
SEGAL, Graeme, Classifying spaces and spectral se- quences,34 (1968), 105–112.
SEGAL, Graeme, The representation-ring of a compact Lie group, 34 (1968), 113–128.
SEGAL, Graeme, EquivariantK-theory,34 (1968), 129–
151.
SEGAL, Graeme and WILSON, George, Loop groups and equations of KdV type, 61 (1985), 5–65.
SEIDENBERG, Abraham, On analytically equivalent ide- als, 36 (1969), 69–74.
SELA, Zlil, Diophantine geometry over groups I: Maka- nin-Razborov diagrams, 93 (2001), 31–105.
SERIES, Caroline. Voir BOWEN, Rufus, 50 (1979), 153–
170.
SERRE, Jean-Pierre, Groupes proalgébriques, 7 (1960), 5–66.
SERRE, Jean-Pierre, Endomorphismes complètement continus des espaces de Banachp-adiques,12 (1962), 69–85.
SERRE, Jean-Pierre. Voir BASS, Hyman et al.,33 (1967), 59–137.
SERRE, Jean-Pierre, Groupe de Grothendieck des sché- mas en groupes réductifs déployés,34 (1968), 37–52.
SERRE, Jean-Pierre, On a functorial property of power residue symbols. Erratum to: Solution of the congruence subgroup problem for SLn(n ≥ 3) and Sp2n(n≥2), 44 (1974), 241–244.
SERRE, Jean-Pierre, Quelques applications du théorème de densité de Chebotarev, 54 (1981), 123–201.
SHAFAREVICH, Igor R., Extensions à points de ramifica- tion donnés (en russe),18 (1963), 71–92.
SHAFAREVICH, Igor R., Extensions à points de ramifica- tion donnés (résumé français),18 (1963), 93–95.
SHAHIDI, F. Voir COGDELL, Jim W. et al., 93 (2001), 5–30.
SHAHIDI, F. Voir COGDELL, J. W. et al.,99 (2004), 163–
233.
SHALOM, Yehuda, Bounded generation and Kazhdan’s property (T), 90 (1999), 145–168.
SHANESON, Julius L. Voir CAPPELL, Sylvain E.,56 (1982), 101–128.
SHIH, Weishu, Homologie des espaces fibrés,13 (1962), 5–87.
SHIOTA, Masahiro, Equivalence of differentiable map- pings and analytic mappings, 54 (1981), 37–122.
SHUB, Michael. Voir FRIED, David,50 (1979), 203–214.
SILHOL, Robert. Voir BOCHNAK, Jacek et al.,86 (1997), 5–65.
SILHOL, Robert. Voir BOCHNAK, Jacek et al.,92 (2000), 195.
SIMPSON, Carlos T., Higgs bundles and local systems,75 (1992), 5–95.
SIMPSON, Carlos T., Moduli of representations of the fun- damental group of a smooth projective variety I, 79 (1994), 47–129.
SIMPSON, Carlos T., Moduli of representations of the fun- damental group of a smooth projective variety II,80 (1994), 5–79.
SINGER, Isadore M. Voir ATIYAH, Michael F.,37 (1969), 5–26.
SINGER, Isadore M. Voir COBURN, Lewis A. et al., 40 (1971), 69–79.
SKINNER, C. M. and WILES, Andrew J., Residually re- ductible representations and modular forms,89 (1999), 5–126.
SMITH, Larry. Voir CONNER, Pierre E.,37 (1969), 117–
221.
SOTOMAYOR, Jorge, Generic one-parameter families of vector fields on two-dimensional manifolds,43 (1974), 5–46.
SOULÉ, Christophe. Voir GILLET, Henri,72 (1990), 93–
174.
SOUTO, Juan. Voir BROCK, Jeffrey et al.,98 (2003), 145–
166.
SPATZIER, Ralf. Voir BURNS, Keith, 65 (1987), 5–34.
SPATZIER, Ralf. Voir BURNS, Keith, 65 (1987), 35–59.
SPATZIER, Ralph J. Voir KATOK, Anatole, 79 (1994), 131–156.
SPRINGER, Tonny A., Some arithmetical results on semi- simple Lie algebras, 30 (1966), 115–141.
STEINBERG, Robert, Regular elements of semi-simple al- gebraic groups,25 (1965), 49–80.
STOLOVITCH, Laurent, Singular complete integrability, 91 (2000), 133–210.
STUHLER, Ulrich. Voir SCHNEIDER, Peter,85 (1997), 97–
191.
SUJATHA, Ramdorai. Voir COATES, John et al.,93 (2001), 107–144.
SULLIVAN, Dennis, A counterexample to the periodic or- bit conjecture, 46 (1976), 5–14.
SULLIVAN, Dennis, Infinitesimal computations in top- ology, 47 (1977), 269–331.
SULLIVAN, Dennis, The density at infinity of a discrete group of hyperbolic motions, 50 (1979), 171–202.
SULLIVAN, Dennis and TELEMAN, Nicolae, An analytic proof of Novikov’s theorem on rational Pontrjagin classes,58 (1983), 79–81.
SULLIVAN, Dennis. Voir HARDT, Robert,68 (1988), 115–
138.
SUNADA, Toshikazu. Voir KATSUDA, Atsushi,71 (1990), 5–32.
SURESH, V. Voir PARIMALA, R., 88 (1998), 129–150.
SWAN, Richard G. Voir BASS, Hyman et al.,22 (1964), 61–79.
SWEEDLER, Moss E., Groups of simple algebras, 44 (1974), 79–189.
SZPIRO, Lucien. Voir PESKINE, Christian,42 (1973), 47–
119.
T
TAKENS, Floris, Singularities of vector fields,43 (1974), 47–100.
TAKENS, Floris. Voir NEWHOUSE, Sheldon E. et al.,57 (1983), 5–71.
TALAGRAND, Michel, Concentration of measure and isoperimetric inequalities in product spaces,81 (1995), 73–205.
TAMURA, Itiro. Voir SATO, Atsushi, 54 (1981), 5–35.
TAYLOR, Laurence. Voir AKBULUT, Selman, 53 (1981), 163–195.
TEISSIER, Bernard, Travaux de Thom sur les singulari- tés,68 (1988), 19–25.
TEISSIER, Bernard, Sur la triangulation des morphismes sous-analytiques, 70 (1989), 169–198.
TELEMAN, Nicolae, The index of signature operators on Lipschitz manifolds, 58 (1983), 39–78.
TELEMAN, Nicolae. Voir SULLIVAN, Dennis, 58 (1983), 79–81.
THOM, René, Liste des publications (écrits mathéma- tiques), 68 (1988), 9–11.
THOM, René, Problèmes rencontrés dans mon parcours mathématique : un bilan,70 (1989), 199–214.
THOMAS, Jean-Claude. Voir FÉLIX, Yves et al.,56 (1982), 179–202.
THOMAS, Jean-Claude. Voir FELIX, Yves et al.,99 (2004), 235–252.
THURSTON, William. Voir GROMOV, Michael et al.,68 (1988), 27–45.
TIGNOL, Jean-Pierre. Voir LAM, Tsit Yuen et al., 77 (1993), 63–102.
TILOUINE, Jacques. Voir MAZUR, Barry, 71 (1990), 65–
103.
TITS, Jacques, Sur la trialité et certains groupes qui s’en déduisent, 2 (1959), 13–60.
TITS, Jacques. Voir BOREL, Armand,27 (1965), 55–150.
TITS, Jacques, Sur les constantes de structure et le théo- rème d’existence des algèbres de Lie semi-simples,31 (1966), 21–58.
TITS, Jacques. Voir BRUHAT, François,41 (1972), 5–251.
TITS, Jacques. Voir BOREL, Armand, 41 (1972), 253–
276.
TITS, Jacques. Voir BRUHAT, François,60 (1984), 5–184.
TITS, Jacques, Quarante-cinq ans et cent numéros des Publications Mathématiques de l’I.H.É.S. – Quelques souvenirs, 100 (2004), 1–4.
TOLEDO, Domingo. Voir CARLSON, James A.,69 (1989), 173–201.
TOLEDO, Domingo, Projective varieties with non-residu- ally finite fundamental group, 77 (1993), 103–119.
TOTARO, Burt, Euler characteristics for p-adic Lie groups,90 (1999), 169–225.
TOUGERON, Jean-Claude, An extension of Whitney’s spectral theorem, 40 (1971), 139–148.
TUCKER, Warwick. Voir LUZZATTO, Stephano, 89 (1999), 179–226.
TUKIA, Pekka, On isomorphisms of geometrically finite Möbius groups, 61 (1985), 171–214.
TUKIA, Pekka, The limit map of a homomorphism of discrete Möbius groups, 82 (1995), 97–132.
TURAEV, Vladimir, Quantum invariants of links and 3- valent graphs in 3-manifolds, 77 (1993), 121–171.
V
VAN DER PUT, Marius. Voir ABHYANKAR, Shreeram Shankar et al.,36 (1969), 165–193.
VARSHAVSKY, Yakov, p-adic uniformization of unitary Shimura varieties, 87 (1998), 57–119.
VASSEROT, Eric. Voir KAPRANOV, Mikhail,100 (2004), 209–269.
VELANI, Sanju L. Voir HILL, Richard, 85 (1997), 193–
216.
VESENTINI, Edoardo. Voir ANDREOTTI, Aldo,25 (1965), 81–130.
VESENTINI, Edoardo. Voir ANDREOTTI, Aldo,27 (1965), 153–155.
VIANA, Marcelo, Multidimensional nonhyperbolic attrac- tors, 85 (1997), 63–96.
VIGUÉ-POIRRIER, Micheline. Voir FELIX, Yves et al.,99 (2004), 235–252.
VILLAMAYOR, Orlando E. Voir MOUNT, Kenneth, 43 (1974), 205–244.
VOEVODSKY, Vladimir. Voir MOREL, Fabien,90 (1999), 45–143.
VOEVODSKY, Vladimir, Reduced power operations in motivic cohomology, 98 (2003), 1–57.
VOEVODSKY, Vladimir, Motivic cohomology with Z/2- coefficients, 98 (2003), 59–104.
VOGEL, Pierre, On the obstruction group in homology surgery,55 (1982), 165–206.
VOGT, Elmar, A foliation of R3 and other punctured 3-manifolds by circles,69 (1989), 215–232.
W
WAGONER, J. B., Markov partitions andK2,65 (1987), 91–129.
WALDSPURGER, Jean-Louis, Homogénéité de certaines distributions sur les groupesp-adiques,81 (1995), 25–
72.
WALL, C. T. C. VoirDUPLESSIS, A. A.,70 (1989), 5–46.
WALL, Gordon E., The structure of a unitary factor group, 1 (1959), 7–23.
WEIL, Daniel. Voir CHATELET, Gilles et al.,43 (1974), 261–272.
WEINBERGER, Shmuel. Voir NABUTOVSKY, Alexander,92 (2000), 5–62.
WIDOM, Harold, Asymptotic inversion of convolution op- erators, 44 (1974), 191–240.
WILES, Andrew J. Voir SKINNER, C. M.,89 (1999), 5–
126.
WILLIAMS, Robert F., Expanding attractors, 43 (1974), 169–203.
WILLIAMS, Robert F. Voir GUCKENHEIMER, John, 50 (1979), 59–72.
WILLIAMS, Robert F., The structure of Lorenz attractors, 50 (1979), 73–99.
WILSON, George. Voir SEGAL, Graeme,61 (1985), 5–65.
WINTENBERGER, Jean-Pierre. Voir COATES, John et al., 93 (2001), 107–144.
WÜSTHOLZ, G. Voir MASSER, D. W.,81 (1995), 5–24.
Y
YAMPOLSKY, Michael, Hyperbolicity of renormalization of critical circle maps, 96 (2002), 1–41.
YANG, Paul C. Voir CHANG, Sun-Yung A. et al., 98 (2003), 105–143.
Z
ZEEMAN, Eric Christopher. Voir HUDSON, John F. P.,19 (1964), 69–94.
ZIMMER, Robert J., Ergodic theory, semisimple Lie groups and foliations by manifolds of negative curva- ture, 55 (1982), 37–62.
ZIMMER, Robert J., Volume preserving actions of lattices in semisimple groups on compact manifolds,59 (1984), 5–33.
ZORICH, Anton. Voir ESKIN, Alex et al.,97 (2003), 61–
179.
